Lemma 2.2 [1]}
Let \(d\ge 2,~p\in [2,+\infty )\)  and \(0\le s,s_1\le s_2\) , then there exists a constant \(C\)  such that
\(\Vert \Lambda ^{s}f\Vert _{L^{p}}\le C \Vert \Lambda ^{s_1}f\Vert ^{1-\theta }_{L^{2}}\Vert \Lambda ^{s_2} f\Vert ^{\theta }_{L^{2}},\) 
